activity
20002020
most citedCard Guessing with Partial Feedback

15 citations · 26 across the 22 of their papers we have counts for

collaborators

25 papers

math.PR2020★ 1 cited

Guessing about Guessing: Practical Strategies for Card Guessing with Feedback

Persi Diaconis, Ron Graham, Sam Spiro

In simple card games, cards are dealt one at a time and the player guesses each card sequentially. We study problems where feedback (e.g. correct/incorrect) is given after each gue…

math.PR2020★ 15 cited

Card Guessing with Partial Feedback

Persi Diaconis, Ron Graham, Xiaoyu He +1

Consider the following experiment: a deck with copies of different card types is randomly shuffled, and a guesser attempts to guess the cards sequentially as they are drawn…

math.NT2019

Slow Fibonacci Walks

Fan Chung, Ron Graham, Sam Spiro

For a positive integer , we study the number of steps to reach by a {\it Fibonacci walk} for some starting pair and satisfying the recurrence of $a_{k+2}=a_{k+1}…

math.CO2015★ 5 cited

Juggling card sequences

Steve Butler, Fan Chung, Jay Cummings +1

Juggling patterns can be described by a sequence of cards which keep track of the relative order of the balls at each step. This interpretation has many algebraic and combinatorial…

math.HO2015

Partition and sum is fast

Steve Butler, Ron Graham, Richard Stong

We consider the following "partition and sum" operation on a natural number: Treating the number as a long string of digits insert several plus signs in between some of the digits…

math.CO2014

The mathematics of the flip and horseshoe shuffles

Steve Butler, Persi Diaconis, Ron Graham

We consider new types of perfect shuffles wherein a deck is split in half, one half of the deck is "reversed", and then the cards are interlaced. Flip shuffles are when the reversa…